Results 131 to 140 of about 6,795,119 (352)
In this work, we show the relation about a convex set with their extremes elements. We extended the Kein-Milman theorem in finite dimension for arbitrary convex set.
Tomás Alberto Núñez Lay+1 more
doaj +1 more source
Porosity governs transport mechanics in hydrogels, yet characterization in its native state remains challenging. This work harnesses particle tracking to uncover three‐dimensional pore geometric features in polyethylene glycol hydrogels. Measurements in the native state reveal pores characteristics are comparable to those obtained by cryogenic scanning
M. A. Kristine Tolentino+5 more
wiley +1 more source
Walrasian economy and some properties of convexly compact sets
G. Žitković defined the notion of a convexly compact set in a topological space and, among other things, used it to give an extension of the Walrasian excess-demand theorem.
Cristea Mirela+2 more
doaj +1 more source
Some connections between continued fractions and convex sets [PDF]
Robert Seall, Marion Wetzel
openalex +1 more source
This study presents the development of large‐scale (15 cm2) cartilage constructs with anisotropic mechanical properties using melt electrowritten (MEW) microfiber reinforced cell‐laden gelatin methacryloyl (gelMA). These constructs mimic the mechanical behavior of native cartilage, providing a suitable environment for Articular Cartilage ...
Lennard Spauwen+5 more
wiley +1 more source
Weakly convex and convex domination numbers [PDF]
Two new domination parameters for a connected graph \(G\): the weakly convex domination number of \(G\) and the convex domination number of \(G\) are introduced. Relations between these parameters and the other domination parameters are derived.
Magdalena Lemańska
doaj
Letf be an extended real valued function on the classK n of closed convex subsets of euclideann-dimensional space. A setK∈K n is said to bef-maximal if the conditionsK′∈K n ,K⊂K′,K≠K′ implyf(K)
openaire +2 more sources
3D Bioprinted Renal Constructs Using Kidney‐Specific ECM Bioink System on Kidney Regeneration
A kidney‐specific bioink derived from decellularized porcine kidney tissue supports the encapsulation, viability, and maturation of human primary kidney cells within 3D bioprinted constructs. In vivo, it also promotes the recruitment of host renal progenitor cells, collectively enhancing structural and functional regeneration of renal tissue.
Gabriel Carreno‐Caleano+4 more
wiley +1 more source